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# Hyperslicer Tutorial¶

The hyperslicer creates sliders to select slices of a multidimensional array (a hyperstack). It minimally requires an arrary whose last two (or three, if using RGB(A) images) dimensions are the image dimensions and all previous dimensions are taken to represent slices of the hyperstack. It will automatically generate sliders that select the the relevant slice along each dimension of the input array.

The example here uses a hyperspectral stimulated raman scattering stack of beads that are Raman active at different wavenumbers (No need to worry about the specifics but if you’re interested, the experimental setup is very similar to what is described here. You can download the dataset from here. The image contains two different bead species made of PMMA and polystyrene of different sizes. Some basic information for viewing and understanding the dataset is given in the table below.

Approx. Size

Peak index

Peak wavenumber

PMMA

10 µm

66

2935 cm^(-1)

Polystyrene

5 µm

111

3033 cm^(-1)

[1]:

import io

import matplotlib.pyplot as plt
import numpy as np
import requests

from mpl_interactions import hyperslicer

%matplotlib ipympl

[2]:

# Get the dataset directly from github
response = requests.get(
)
response.raise_for_status()

[3]:

print(beads.shape)  # (126, 512, 512)

(126, 512, 512)

[ ]:

# Pass vmin and vmax for 8bit images otherwise the linear intensity slider appears useless
fig1, ax1 = plt.subplots()
control1 = hyperslicer(
)


beads4d adds a linear scale from 0-1 over the intensities at each wavenumber and demonstrates the generalization to higher dimensional stacks.

[ ]:

beads4d = np.linspace(0, 1, 25)[:, None, None, None] * np.stack(
)

[ ]:

print(beads4d.shape)  # (25, 126, 512, 512)

[ ]:

fig2, ax2 = plt.subplots()


## Names and Values for sliders¶

You can also provide names and or limits to map the sliders from the integers to other numbers. For instance in the beads4d dataset, we can replace the first dimension with the relative intensity of the image in [0,1] and the first dimension with the relevant spectrosocpic values, Raman wavenumbers.

The cells below show the two valid ways to generate these hyperslicers, first by passing a start, stop tuple and second by passing a full array containing the slider values. hyperslicer handles mapping these values to indices to slice the data. Either of these options can be mixed with None or simply omitted to generate the default integer valued sliders as above. Separately, you can provide names for each axis to replace the axis0 style labels used by default.

Note: Matplotlib sliders currently do not support displaying different values than the slider actually uses internally. Thus for hyperslicer matplotlib sliders must be IntSliders that display the values of the index of the array that you are accessing.

[ ]:

wns = np.linspace(2798.6521739130435, 3064.95652173913, beads4d.shape[1])

[ ]:

fig3, ax3 = plt.subplots()
controls3 = hyperslicer(
beads4d, vmin=0, vmax=255, axis0=(0, 1), axis1=wns, names=("linear", "wavenums")
)


Instead of specifying the values for each axis and the names separately, one can use the axes keyword argument which expects a 2-tuple for each axis containing (name, (start, stop)) or (name, slider_value_array). Using the axes argument is probably the best way to use hyperslicer.

[ ]:

fig4, ax4 = plt.subplots()
controls4 = hyperslicer(
beads4d, vmin=0, vmax=255, axes=(("linear", (0, 1)), ("wavenums", wns))
)


If you’re looking for ImageJ/FIJI type experience, adding play buttons is a nice touch.

[ ]:

fig5, ax5 = plt.subplots()
controls5 = hyperslicer(
vmin=0,
vmax=255,
axes=(("linear", (0, 1)), ("wavenums", wns)),
play_buttons=True,
play_button_pos="left",
)


## Other ways of specifying axes¶

All of the below are valid calls to hyperslicer, which generally supports omitting any of the labels or names while falling back to integer valued sliders. If you come across bugs relating to omitting values or passing None please feel free to open an issue.

[ ]:

fig6, ax6 = plt.subplots()
controls6 = hyperslicer(
beads4d, vmin=0, vmax=255, axes=(("linear", (0, 1)), "wavenums")
)

[ ]:

fig7, ax7 = plt.subplots()
controls7 = hyperslicer(beads4d, vmin=0, vmax=255, axes=(("linear", 0, 1), "wavenums"))

[ ]:

fig8, ax8 = plt.subplots()
controls8 = hyperslicer(beads4d, vmin=0, vmax=255, axes=((0, 1), "wavenums"))

[ ]: